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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows

As of 12 August 2026, this Paper Citation Record lists 43 of 43 outbound references and 0 inbound Pith citation observations for arXiv:2607.23143.

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2607.23143 v1

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Outbound references

Observation f4a2ff94-00e6-494c-bff6-07624d2822c1 · outbound

This paper cites and LeFloch P.G., Ergodicity and Hopf–Lax–Oleinik formula for fluid flows evolving around a black hole under a random forcing,Stoch PDE: Anal.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows and LeFloch P.G., Ergodicity and Hopf–Lax–Oleinik formula for fluid flows evolving around a black hole under a random forcing,Stoch PDE: Anal

Reference 1

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Observation 22c4d673-cb70-4f9b-a3e9-6c0fd072be85 · outbound

This paper cites an unresolved cited work.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

Reference 2

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Observation e96b576c-984d-4f3c-b7bb-75d302e0ac63 · outbound

This paper cites 34, Curran Associates, Inc., 2021, pp.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows 34, Curran Associates, Inc., 2021, pp

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Observation 56b495d7-a2c6-4745-935f-449c89860e94 · outbound

This paper cites and Kerswell R.R., Godunov loss functions for modelling of hyperbolic conservation laws, Comput.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows and Kerswell R.R., Godunov loss functions for modelling of hyperbolic conservation laws, Comput

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This paper cites an unresolved cited work.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

Reference 5

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Observation 75924f0a-33a0-4cdd-b0c2-82aa98ba02ba · outbound

This paper cites 325, 5th ed., Springer Verlag, Berlin, 2026.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows 325, 5th ed., Springer Verlag, Berlin, 2026

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This paper cites an unresolved cited work.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

Reference 7

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Observation db9b17bb-22a9-4ce6-be83-02b88b9aa473 · outbound

This paper cites and LeFloch P.G., Convergence of the finite volume method on a Schwarzschild background, ESAIM Math.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows and LeFloch P.G., Convergence of the finite volume method on a Schwarzschild background, ESAIM Math

Reference 8

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Observation 8494d7ea-52b5-4fd6-87c1-3333e4a81cb7 · outbound

This paper cites Methods Appl.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Methods Appl

Reference 9

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This paper cites and LeFloch P.G., Formulation and convergence of the finite volume method for con- servation laws on spacetimes with boundary,Numer.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows and LeFloch P.G., Formulation and convergence of the finite volume method for con- servation laws on spacetimes with boundary,Numer

Reference 10

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Observation 62fb0e45-f7e4-46fc-8c19-6af1f99888ae · outbound

This paper cites Pure Appl.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Pure Appl

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Observation b82209b4-b696-4c7f-9c10-407563e85590 · outbound

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

Reference 12

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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This paper cites and Kang M., Approximating numerical fluxes using Fourier neural operators for hyperbolic conservation laws,Commun.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows and Kang M., Approximating numerical fluxes using Fourier neural operators for hyperbolic conservation laws,Commun

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Observation 13517034-f58a-40b0-85ee-f9444a0da4b2 · outbound

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Derivation and finite volume approximation,SIAM J

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows and Makhlof H., A geometry-preserving finite volume method for compressible fluids on Schwarzschild spacetime,Commun

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows and Xiang S., Weakly regular fluid flows with bounded variation on the domain of outer communication of a Schwarzschild black hole spacetime,J

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This paper cites and Xiang S., Weakly regular fluid flows with bounded variation on the domain of outer communication of a Schwarzschild black hole spacetime.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows and Xiang S., Weakly regular fluid flows with bounded variation on the domain of outer communication of a Schwarzschild black hole spacetime

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This paper cites and Xiang S., Physics-informed token transformer (PITT) methods for nonlinear balance laws.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows and Xiang S., Physics-informed token transformer (PITT) methods for nonlinear balance laws

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows On classification of dynamics for dust fluid under spherical symmetry in Schwarzschild spacetime

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Methods Appl

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Methods Appl

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Unresolved cited work

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Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows 30, Curran Associates, Inc., 2017, pp

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This paper cites Solving Euler equations with Multiple Discontinuities via Separation-Transfer Physics-Informed Neural Networks.

Physics-informed token transformer methodology for nonlinear balance laws. I. Schwarzschild--Burgers fluid flows Solving Euler equations with Multiple Discontinuities via Separation-Transfer Physics-Informed Neural Networks

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